NAME AGE   NAME AGE   NAME AGE Carly Fiorina 48   Judy Lewent 53   Carol Tomé 45 Betsy Holden 46   Marjorie Magner 53   Marion Sandler 71 Meg Whitman 46   Ann Livermore 44   Louise Francesconi 49 Indra Nooyi 46   Cathleen Black 58   Vanessa Castagna 53 Andrea Jung 44   Doreen Toben 52   Larree Renda 44 Anne Mulcahy 49   Amy Pascal 44   Dawn Lepore 48 Abigail Johnson 40   Pam Strobel 50       Oprah frey 48   Dina Dublon 49       Ann Moore 52   Nancy Peretsman 48       Judy McGrath 50   Susan Arnold 48       Colleen Barrett 58   Mary Kay Haben 46       Shelly Lazarus 55   Deb Henretta 41       Pat Russo 50   Carole Black 59       Betsy Bernard 47   Jamie Gorelick 52       Amy Brinkley 46   Marce Fuller 42       Lois Juliber 53   Kathi Seifert 53       Sherry Lansing 58   Anne Sweeney 44       Stacey Snider 41   Marilyn C. Nelson 63       Sallie Krawcheck 37   Anne Stevens 53        In order to compare the means of two populations, independent random samples of 400 observations are selected from each population, with the following results: (x1 and x2 are sample means)   Sample 1   Sample 2     x1 = 5.275   x2 = 5,240     s1 = 150   s2 = 200     Use a 95% confidence interval to estimate the difference between the population means (μ1 – μ2).  Interpret the confidence interval.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.7: Distinguishable Permutations And Combinations
Problem 24E
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Question

NAME

AGE

 

NAME

AGE

 

NAME

AGE

Carly Fiorina

48

 

Judy Lewent

53

 

Carol Tomé

45

Betsy Holden

46

 

Marjorie Magner

53

 

Marion Sandler

71

Meg Whitman

46

 

Ann Livermore

44

 

Louise Francesconi

49

Indra Nooyi

46

 

Cathleen Black

58

 

Vanessa Castagna

53

Andrea Jung

44

 

Doreen Toben

52

 

Larree Renda

44

Anne Mulcahy

49

 

Amy Pascal

44

 

Dawn Lepore

48

Abigail Johnson

40

 

Pam Strobel

50

 

 

 

Oprah frey

48

 

Dina Dublon

49

 

 

 

Ann Moore

52

 

Nancy Peretsman

48

 

 

 

Judy McGrath

50

 

Susan Arnold

48

 

 

 

Colleen Barrett

58

 

Mary Kay Haben

46

 

 

 

Shelly Lazarus

55

 

Deb Henretta

41

 

 

 

Pat Russo

50

 

Carole Black

59

 

 

 

Betsy Bernard

47

 

Jamie Gorelick

52

 

 

 

Amy Brinkley

46

 

Marce Fuller

42

 

 

 

Lois Juliber

53

 

Kathi Seifert

53

 

 

 

Sherry Lansing

58

 

Anne Sweeney

44

 

 

 

Stacey Snider

41

 

Marilyn C. Nelson

63

 

 

 

Sallie Krawcheck

37

 

Anne Stevens

53

 

 

 

 In order to compare the means of two populations, independent random samples of 400 observations are selected from each population, with the following results: (x1 and x2 are sample means)

 

Sample 1

 

Sample 2

 

 

x1 = 5.275

 

x2 = 5,240

 

 

s1 = 150

 

s2 = 200

 

 

Use a 95% confidence interval to estimate the difference between the population means (μ1 – μ2).  Interpret the confidence interval.

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